Lebesgue approximation of $(2,\beta )$-superprocesses

Xin He

Let $\xi =({\xi }_t)$ be a locally finite $(2,\beta )$-superprocess in $\RR^d$ with $\beta <1$ and $d>2/\beta$. Then for any fixed $t>0$, the random measure ${\xi }_t$ can be a.s. approximated by suitably no…